davilla
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As noted, there are primes missing, so they do not yield all of the prime powers of 2.gnome said:Do the "prime powers of 2" have some particular significance?
The discussion revolves around an encoded formula and numerical sequences attributed to an ancient Laurasian civilization. Participants explore the implications of the formula, potential numerical interpretations, and the identification of sequences such as Fibonacci numbers, squares, and triangular numbers, while considering the encoding scheme and its consistency.
Participants generally do not reach a consensus on the decoding of the sequences or the correct interpretation of the formula. Multiple competing views remain, with ongoing debates about the accuracy of the proposed numerical assignments and the implications of the encoded information.
There are indications of missing assumptions and unresolved mathematical steps in the decoding process. Some participants note potential inconsistencies in the sequences and the encoding scheme, which may affect the overall interpretation.
Readers interested in puzzles, numerical sequences, ancient civilizations, and encoding schemes may find this discussion engaging.
As noted, there are primes missing, so they do not yield all of the prime powers of 2.gnome said:Do the "prime powers of 2" have some particular significance?
Even the sequence of all integers employs "in part" the numbers included in this mapping. Your wording describes a sequence that includes numbers in addition to those generated by the mapping. Did you mean it to be interpreted differently?As noted, there are primes missing, so they do not yield all of the prime powers of 2.
What I mean is, find the significance of the first sequence. To that end, I have provided a formula that will prove useful, without giving too much away.davilla said:Name the sequence generated employing, in part, a mapping of h -> to the first sequence in the problem.